Add to ORKGAbstract: This note shows that, even though a paper of Almeida and Trotter on completely regular semigroups makes use of free profinite semigroupoids over profinite graphs with infinitely many vertices, which has since been shown to be a structure that in general needs to be handled with great care, the required properties do hold, and thus the results stand
AbstractThe notion of regularity for semigroups is studied, and it is shown that an unambiguous semi...
Given a directed graph G, we can define a Hilbert space HG with basis indexed by the path space of t...
Given a directed graph G, we can define a Hilbert space HG with basis indexed by the path space of t...
A paper of Almeida and Trotter [‘The pseudoidentity problem and reducibility for completely regular ...
A paper of Almeida and Trotter [‘The pseudoidentity problem and reducibility for completely regular ...
AbstractSome fundamental questions about infinite-vertex (free) profinite semigroupoids are clarifie...
Abstract. Some fundamental questions about infinite-vertex (free) profinite semigroupoids are clarif...
AbstractSome fundamental questions about infinite-vertex (free) profinite semigroupoids are clarifie...
The class of all completely regular semigroups, when considered as unary semigroups, forms a variety...
The class of all completely regular semigroups, when considered as unary semigroups, forms a variety...
Abstract: Some fundamental questions about infinite-vertex (free) profinite semi-groupoids are clari...
Semigroup theory typically looks at algebraic structures which are generalizations of groups. An exa...
Semigroup theory typically looks at algebraic structures which are generalizations of groups. An exa...
AbstractWe show that a finite completely regular semigroup has a sub-log-exponential free spectrum i...
. It is known that the profinite completions of a free semigroup which are associated with a pseudov...
AbstractThe notion of regularity for semigroups is studied, and it is shown that an unambiguous semi...
Given a directed graph G, we can define a Hilbert space HG with basis indexed by the path space of t...
Given a directed graph G, we can define a Hilbert space HG with basis indexed by the path space of t...
A paper of Almeida and Trotter [‘The pseudoidentity problem and reducibility for completely regular ...
A paper of Almeida and Trotter [‘The pseudoidentity problem and reducibility for completely regular ...
AbstractSome fundamental questions about infinite-vertex (free) profinite semigroupoids are clarifie...
Abstract. Some fundamental questions about infinite-vertex (free) profinite semigroupoids are clarif...
AbstractSome fundamental questions about infinite-vertex (free) profinite semigroupoids are clarifie...
The class of all completely regular semigroups, when considered as unary semigroups, forms a variety...
The class of all completely regular semigroups, when considered as unary semigroups, forms a variety...
Abstract: Some fundamental questions about infinite-vertex (free) profinite semi-groupoids are clari...
Semigroup theory typically looks at algebraic structures which are generalizations of groups. An exa...
Semigroup theory typically looks at algebraic structures which are generalizations of groups. An exa...
AbstractWe show that a finite completely regular semigroup has a sub-log-exponential free spectrum i...
. It is known that the profinite completions of a free semigroup which are associated with a pseudov...
AbstractThe notion of regularity for semigroups is studied, and it is shown that an unambiguous semi...
Given a directed graph G, we can define a Hilbert space HG with basis indexed by the path space of t...
Given a directed graph G, we can define a Hilbert space HG with basis indexed by the path space of t...